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Last active November 8, 2018 07:19
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import pytest
import hypothesis as hyp
import hypothesis.strategies as st
@st.composite
def st_intervals(draw, min_value=None, max_value=None):
lo = draw(st.integers(min_value, max_value))
hi = draw(st.integers(lo, max_value))
return (lo, hi)
@st.composite
def st_split_interval(draw, interval, overlap=False):
lo, hi = interval
if lo == hi:
raise ValueError('interval cannot be split')
elif overlap and hi - lo < 3:
raise ValueError('overlapping interval cannot be created')
if overlap:
mid1 = draw(st.integers(lo+2, hi-1))
mid2 = draw(st.integers(lo+1, mid1-1))
else:
mid1 = draw(st.integers(lo, hi))
mid2 = draw(st.integers(mid1, hi))
return [(lo, mid1), (mid2, hi)]
@st.composite
def st_split_interval_recur(draw, interval, overlap=False):
try:
lo, hi = draw(st.one_of(
st.just(interval),
st_split_interval(interval, overlap)))
except ValueError:
return [interval]
if not isinstance(lo, tuple):
return [interval]
lo = draw(st_split_interval_recur(lo, overlap))
hi = draw(st_split_interval_recur(hi, overlap))
return [*lo, *hi]
@st.composite
def st_collapsed_interval_test_pair(draw):
"""
Generate a non-overlapping set of intervals and a derived overlapping set
The overlapping intervals are not sorted. The overlapping
intervals are derived from the non-overlapping intervals such that
Returns
-------
result: tuple of (non-overlapping list, overlapping list)
"""
from random import shuffle
interval = draw(st_intervals())
nonoverlap = draw(st_split_interval_recur(interval))
nonoverlap = list(set(nonoverlap))
overlap = []
for ivl in nonoverlap:
o = draw(st_split_interval_recur(ivl, overlap=True))
overlap.extend(o)
shuffle(overlap)
return (nonoverlap, overlap)
def collapse(intervals):
pass
@hyp.given(st_collapsed_interval_test_pair())
def test_collapse_pairs(pair):
nonoverlap, overlap = pair
assert set(collapse(overlap)) == set(nonoverlap)
This file has been truncated, but you can view the full file.
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"overlap": [ [0, 2], [1, 4], [2, 3] ]
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